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SC4503 数据表(PDF) 13 Page - Semtech Corporation

部件名 SC4503
功能描述  1.3MHz Step-Up Switching Regulator with 1.4A Switch
PDF  22 Pages
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制造商  SEMTECH [Semtech Corporation]
网页  http://www.semtech.com
标志 SEMTECH - Semtech Corporation

SC4503 数据表(HTML) 13 Page - Semtech Corporation

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 2007 Semtech Corp.
www.semtech.com
SC4503
POWER MANAGEMENT
Applications Information (Cont.)
circuit from the driving logic gate during fault condition.
In Figure 5(f) the shutdown pin is driven from a logic gate
whose V
OH is higher than the supply voltage to the SC4503.
The diode clamps the maximum shutdown pin voltage to
one diode voltage above the input power supply.
During soft-start, C
SS is charged by the difference between
the R
SS current and the shutdown pin current,
. In
steady state, the voltage drop across R
SS reduces the shut-
down pin voltage according to the following equation:
=
=
(14)
In order for the SC4503 to achieve its rated switch current,
must be greater than 2V in steady state. This
puts an upper limit on R
SS for a given enable voltage VEN (=
voltage applied to R
SS). The maximum specified
is
50
µA with
==
(see “Electrical Characteristics”).
The largest R
SS can be found using (14):
µ
<
µ
<
If the enable signal is less than 2V, then the interfacing
options shown in Figures 5(d) and 5(e) will be preferred. The
methods shown in Figures 5(a) and 5(c) can still be used
however the switch current limit will be reduced. Variations
of
and switch current limit with
SS
SHDN SS
SHDN
pin voltage
and temperature are shown in the “Typical Characteristics”.
Shutdown pin current decreases as temperature increases.
Switch current limit at a given
also decreases as
temperature rises. Lower shutdown pin current flowing
through R
SS at high temperature results in higher shutdown
pin voltage. However reduction in switch current limit (at
a given
) at high temperature is the dominant
effect.
Feed-Forward Compensation
Figure 6 shows the equivalent circuit of a boost converter.
Important poles and zeros of the overall loop response
are:
Low frequency integrator pole,
=
ω
,
Output filter pole,
=
=
ω
=
=
ω
,
Compensating zero,
=
ω
=
ω
and
Right half plane (RHP) zero,
()
=
ω
()
=
ω
.
The poles p
1, p2 and the RHP zero z2 all increase phase
shift in the loop response. For stable operation, the over-
all loop gain should cross 0dB with -20dB/decade slope.
Due to the presence of the RHP zero, the 0dB crossover
frequency should not be more than
ω
ω
. The internal
compensating zero z
1 provides phase boost beyond p2. In
general the converter is more stable with widely spaced
filter pole p
2 and the RHP zero z2. The RHP zero moves to
low frequency when either the duty-cycle D or the output
current I
OUT increases. It is beneficial to use small inductors
and larger output capacitors especially when operating at
high
ratios.
A feed-forward capacitor C
4 is needed for stability. The value
of C
4 can be determined empirically by observing the induc-
tor current and the output voltage during load transient.
Starting with a value between
µµ
and
µµ
, C
4 is
adjusted until there is no excessive ringing or overshoot in
inductor current and output voltage during load transient.
Sizing the inductor such that its ripple current is about 0.5A
also improves phase margin and transient response.
POWER
STAGE
REFERENCE
VOLTAGE
1.252V
Gm
-
+
RC
CC
RO
R2
COMP
R1
FB
C4
ESR
C2
R
VOUT
VIN
I OUT
RO is the equivalent output resistance of the error amplifier
POWER
STAGE
REFERENCE
VOLTAGE
1.252V
Gm
-
+
RC
CC
RO
R2
COMP
R1
FB
C4
ESR
C2
R
VOUT
VIN
I OUT
RO is the equivalent output resistance of the error amplifier
Simplified Equivalent Model of a Boost
Converter
Figure 6. Simplified Equivalent Model of a Boost
Converter
Figure 6.
POWER
STAGE
REFERENCE
VOLTAGE
1.252V
Gm
-
+
RC
CC
RO
R2
COMP
R1
FB
C4
ESR
C2
R
VOUT
VIN
I OUT
RO is the equivalent output resistance of the error amplifier
POWER
STAGE
REFERENCE
VOLTAGE
1.252V
Gm
-
+
RC
CC
RO
R2
COMP
R1
FB
C4
ESR
C2
R
VOUT
VIN
I OUT
RO is the equivalent output resistance of the error amplifier
Simplified Equivalent Model of a Boost
Converter
Figure 6. Simplified Equivalent Model of a Boost
Converter
Figure 6.



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